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Linear Programming

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by

Kyra Lopez

on 9 February 2013

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Transcript of Linear Programming

Constraints Eq.1 Eq.2 Eq.3 Perfumes 0 + - = 9 8 7 1 2 3 4 5 6 c OBJECTIVE
FUNCTION 150.50x + 75y maximum profit?

volume of perfume to maximize the profit? Two students of MSHS, Rizza and Kyra plan
to sell perfume to their classmates THE SITUATION Amazing Grace
(X)
Profit


Vol. of specialized oil


Mixing time



Bottling time ANSWER Linear Programming GRAPHING THE
EQUATIONS Project in Finite Math Php 75.00 Php 150.50 J'adore (Y) 12 ml 8 ml 9 minutes 10 minutes 9.5 minutes 11 minutes MAXIMUM: Vol. of specialized
oil: 96 ml
Mixing time:
90 minutes
Bottling time:
1 hour and
44.5 minutes 8x+12y 96 9x+10y 90 11x+9.5y 104.5 x 0
y 0 PROBLEM find the feasible
area FEASIBLE AREA SUBSTITUTION OF POINTS SOLVING THE
PROBLEM make and sell
9.5 ml of J'adore
& 0 ml of Amazing Grace maximum profit is Php 1429.75 AMAZING GRACE J'ADORE
Full transcript